Question: Give an example of a function Q ( x , y ) such that vec ( F ) = xyhat ( i ) + Q

Give an example of a function Q(x,y) such that vec(F)=xyhat(i)+Q(x,y)hat(j) is a gradient field.
Give an example of a function Q(x,y) such that vec(F)=xyhat(i)+Q(x,y)hat(j) is

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